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. Consider the ODE y(x) + xy'(x) + y (x) = aebx + cx find the general solution of the ODE. ) Find the

. Consider the ODE y   



 
 
 

. Consider the ODE y"(x) + xy'(x) + y (x) = aebx + cx find the general solution of the ODE. ) Find the exact solution for a-1 = the last number of your student ID, b=a+l, c = b/4 =) Solve the ODE with the boundary conditions y (0) = 1.1, y (1) = 0. d) Drow a graph that represents the solution given in c) at [0,1]. e) Calculote the values of the solution given in c) at [0,1] with the increment 0.2

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